Risk metrics
Per-sleeve realized risk since inception (2026-06-01). Sharpe, max drawdown, volatility, beta, alpha (Newey-West t-stat), downside vol, and information ratio versus SPY. All numbers annualized at 252 trading days.
Per-sleeve summary
Per-sleeve table
Rolling Sharpe (21-day window, annualized)
Drawdown curve
Methodology
How these numbers are computed
-
Annualization. Daily returns scaled by
√for vol-like quantities and byfor mean-like quantities (252 US equity trading days). -
Risk-free rate.
; current annualized rate . Sharpe uses excess-of-RF daily returns. -
Sharpe.
mean(r_excess) ×=/ (std(r_excess) × √ ) mean(r_excess) × √./ std(r_excess) - Max drawdown. Peak-to-trough on cumulative gross-of-tax / net-of-cost NAV; MDD date is the trough.
- Beta / alpha vs SPY. OLS regression of daily sleeve excess return on daily SPY excess return.
-
Alpha t-stat (Newey-West). HAC standard errors
with
lags to absorb residual serial correlation and heteroskedasticity. Stars: * |t|≥1.65, ** |t|≥1.96, *** |t|≥2.58. - Downside vol. Annualized standard deviation of negative daily excess returns only (Sortino denominator).
-
Information ratio.
mean(r_sleeve − r_SPY) × √./ std(r_sleeve − r_SPY) -
Inception window.
through . With short history, point estimates have wide confidence bands; rely on the Newey-West t-stat, not the Sharpe point estimate, when reading this page in the first few months.